there was an alphabet kingdom and a number kingdom. One day, the king of numbers decided to send two spies to alphabet kingdom. The king chose two numbers that would always stick together to go into the alphabet kingdom. Get the two numbers, add them and times them by six.
1 and 3 make a B.
2 and 2 will always stick together.
2+2=4(6)=24
Was i close?
also i forgot the last part: The moment these two numbers entered alphabet kingdom they were arrested. What was wrong???
sorry ^^
were they arrested because they were odd?
Good question
To solve this riddle, we need to understand the relationship between numbers and letters in the alphabet kingdom.
First, we know that 1 and 3 make a "B." This suggests that the number and its corresponding letter are related somehow. In this case, we can deduce that multiplying the numbers by 6 will give us the alphabetical position of the letter. So, multiplying 1 by 6 gives us 6, which corresponds to the letter "F," and multiplying 3 by 6 gives us 18, which corresponds to the letter "R." Therefore, the answer is "FR."
Next, let's address the spies chosen by the king of numbers. You correctly identified that the numbers 2 and 2 will always stick together. However, your calculation was slightly off. Adding 2 and 2 gives us 4, and multiplying it by 6 will give us 24, not 4(6) as you mentioned. So, you were close, but the answer is actually 24.
Now, as for why the spies were arrested upon entering the alphabet kingdom, it is not because they were odd. The reason for their arrest is that they did not follow the established rule in the alphabet kingdom. In this kingdom, the numbers and their corresponding letters need to be multiplied by six to establish a connection. Since the spies did not multiply their numbers by six, they violated the rule and were arrested for their failure to conform.